maximum power transfer theorem


In electrical engineering the maximum power transfer theorem states that to obtain maximum external power from a power source with internal resistance the resistance of the load must equal the resistance of the source as viewed from its output terminals. In an AC electrical network the maximum power will be transferred from source section to the load section when the impedance of the load is complex conjugate of the source impedance.


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Summary of Maximum Power Transfer Theorem.

. Maximum power transfer theorem can be applied to both DC and AC circuits but the only difference is that the resistance is replaced with impedance in AC circuit. This occurs when the load resistance of the device in question is equal to the internal Thevenin equivalent resistance of the power source. This is valid only for non-reactive source and load impedances.

As a result of the maximum power theorem devices transfer maximum power to a load when running at 50 electrical efficiency. The theorem was first time presented by Moritz von Jacobi in 1840. The maximum power transfer theorem is a tool for designing rather than circuit analysis.

Moritz von Jacobi published the maximum power transfer theorem around 1840. It is also referred to as Jacobis law. Maximum Power Transfer Theorem state that maximum power will transfer from source to load if and only if the load resistance is equal to source internal resistance.


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